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Department: Mathematics

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Dr. Ogbereyivwe, Oghovese

Profile

Publications

  1. O. Ogbereyivwe, E. J. Atajeromavwo and S.S. Umar (2024) Jarrat and Jarrat-variant families of iterative schemes for scalar and system of nonlinear equations, Iranian Journal of Numerical Analysis and Optimization, 14(2), 391-416

  2. O. Ogbereyivwe; K. Emumejaye and S. S. Umar (2024) An efficient tri-parametric Jarrat family for nonlinear models solution, Communications in Mathematics and Applications, 15(2), 663-677

  3. O. Ogbereyivwe; B. E. Idisi and D. O. Agbedeyi (2024) Sustainable Development through iterative scheme: A computational perspective, J. of science, technology and environmental studies, 1(1), 1-12

  4. O. Ogbereyivwe and S. S. Umar (2024) Means-Based class of modified Weerakoon-Fernando method for determining nonlinear equation zero, Dutse Journal of pure and applied sciences, 10(1a), 135-141

  5. O. Ogbereyivwe ; C. Awariefe and O. D. Agbedeyi (2024) Some efficient Householder iterative schemes for nonlinear equations, FUDMA Journal of Sciences, 8(3), 163-168

  6. Awariefe, C. and O. Ogbereyivwe (2024) Time series modelling and forecasting foreign direct investment using linear and nonlinear models: The case of Nigeria, J. of Basics and Applied Sciences Research, 2(1), 46-53

  7. O. Ogbereyivwe and S. O. Osemwenkha (2024) Total revenue function for non regular fixed lifetime inventory system: A case study of Airplane seats, The Nigerian J. of Mathematical Physics, 68, 65-70

  8. O. Ogbereyivwe; S. A. Ogumeyo and J. Atajeromavwo (2024) Eight and Ninth-order convergence iterative structures for obtaining nonlinear equations solution, J. of Interdisciplinary Mathematics, 27(3), 535-546

  9. O. Ogbereyivwe and O. Izevbizua (2023) A three -free-parameter class of poer series based iterative method for approximation of nonlinear equations solution, Iranian Journal of Numerical Analysis and Optimization, 13(2), 157-169

  10. O. Ogbereyivwe and S. S. Umar (2023) Optimal parameterised families of modified Householder's method with and without restraint on function derivative, Analytical and Numerical Solutions for nonlinear equations, 8(1), 1-10

  11. O. Ogbereyivwe and S. S. Umar (2023) A class of power series based modified Newton method with high precision for solving nonlinear models, Open Journal of Mathematical Analysis., 7(1), 32-41

  12. O. Ogbereyivwe and S. S. Umar (2023) A class of power series based modified Newton method with high precision for solving nonlinear models, Open Journal of Mathematical Analysis, 7(2), 32-41

  13. O. Ogbereyivwe and S. S. Umar (2023) Behind Weerakoon and Fernando's Scheme: Is Weerakoon and Fernando Scheme version computationally better than its power-means variants?, FUDMA J. of Sciences, 7(6), 368-371

  14. O. Ogbereyivwe and S. S. Umar (2023) Parameterized eight order iterative structures requiring no function derivative for solving nonlinear equations, Mathematical analysis and its contemporary application, 5(2), 1-16

  15. O. Ogbereyivwe and S. S. Umar (2022) Modified Householder iterative scheme requiring no function derivative for solving nonlinear equations, Mathematical Analysis and Convex Optimization., 3(2), 77-82

  16. O. Ogbereyivwe and S. A. Ogumeyo (2022) Extension of the double Newton's method convergence order via the bi-variate power series weight function for solving nonlinear models, Mathematical Analysis and its Contemporary Application, 4(3), 35-47

  17. O. Ogbereyivwe and J. O. Emunefe (2022) An optimal family for obtaining the zero of nonlinear equations, Mathematics and Computational Sciences, 3(1), 17-24

  18. O. Ogbereyivwe and V. Ojo-Orobosa (2021) Families of means-based modified Newtons method for solving nonlinear models, Punjab University Journal of Mathematics, 53(11), 779-791

  19. O. Ogbereyivwe and V. Ojo-Orobosa (2021) Family of optimal two-step fourth order iterative method and its extension for solving nonlinear equations, Journal of Interdisciplinary Mathematics, 24(5), 1347-1365

  20. O. Ogbereyivwe and V. Ojo-Orobosa (2020) High order quadrature base iterative method for approximating the solution of nonlinear equations, Caspian J. of mathematical sciences, University of Mazandaran, Iran, 9(2), 243-255

  21. O. Ogbereyivwe and V. Ojo-Orobosa (2018) Modified Frontini-Sormani Iterative method for solving systems of nonlinear equations with singular Jacobian, Internationa J. of Statistics and Applied Mathematics, 3(6), 1-9

  22. O. Ogbereyivwe and K. Muka (2018) Families of quadrature based iterative mdethods for solving nonlinear systems of equations, ABACUS, 45, 86-98

  23. O. Ogbereyivwe and K. Muka (2017) Third and Fourth order iterative schemes for nonlinear systems using the decomposition approach, ABACUS, 44, 131-147

  24. O. Ogbereyivwe and O. J. Emunefe (2014) New three-steps iterative methods for solving nonlinear equations, J. of Mathematics , 10(5), 44-47

  25. O. Ogbereyivwe and O. J. Emunefe (2014) Some new iterative methods based on composite trapezoidal rule for solving nonlinear equations, International J. of Mathematics and Statistics Invention, 2(8), 1-6

  26. O. Ogbereyivwe and S. O. Ogundele (2014) On optimal allocation of crime preventing patrol team using dynamic programming, J. of Mathematics and Statistics Invention, 2(8), 7-17

  27. O. Ogbereyivwe and O. J. Emunefe (2014) Two steps iterative methods for solving nonlinear equations, International J. of Mathematics and Computer Research, 2(8), 600-605

  28. O. Ogbereyivwe and O. J. Atoma (2014) New two-step method with fifth convergence for solving nonlinear equiations, International J. of Mathematics and Statistics Invention, 2(10), 24-27

  29. O. Ogbereyivwe (2014) Modified third order predictor-corrector method for solving systems of nonlinear equationd, J. of the Nigerian Assoc. of Mathematical Physics, 26, 73-77

  30. O. Ogbereyivwe and J. O. Emunefe (2011) Recursive method for determining constants and coefficients in the partial fraction of some logarithmic functions, International J. of Mathematical Sciences, 3(1), 98-102

  31. O. Ogbereyivwe and J. O. Emunefe (2011) Recursive method for determining constants and coefficients in the partial fraction of some logarithmic functions, International J. of Mathematical Sciences, 3(1), 98-102

  32. O. Ogbereyivwe and J. O. Emunefe (2011) Recursive method for determining constants and coefficients in the partial fraction of some logarithmic functions, International J. of Mathematical Sciences, 3(1), 98-102

  33. O. Ogbereyivwe and J. O. Emunefe (2011) Recursive method for determining constants and coefficients in the partial fraction of some logarithmic functions, International J. of Mathematical Sciences, 3(1), 98-102

  34. O. Ogbereyivwe; K. emumejaye and K. Ekeh (2008) On coefficient in the partial fraction of some trigonometric and exponential functions, J. of the Nig. Assoc. of Mathematical Physics, 12, 41-48

  35. O. Ogbereyivwe and O. Izevbizua (2006) On iterative solution of nonlinear equation, J. of Nig, Assoc. of Mathematical Physics, 10, 611-615

  36. O. Izevbizua and O. Ogbereyivwe (2006) Improved Yokota Algorithm for Egyptian fraction, J. of the Nig. Assoc. of Mathematical Physics, 9, 331-336